Multiplying
Indices
Indices
Dividing Indices
Indices with Powers
Combined Index Laws
Harder Indices
100
a5 x a2
a7
100
d^11/(d^2)
d9
100
(h3)2
h6
100
2a3(4ab4)3
128a6b12
100
a6 x b2 x a3 x b4
a9b6
200
25 x 2 x 23
29
200
(q^20h^10)/(q^18h^5 )
q2h5
200
3a0
3
200
(-4b2c5d)3
-64b6c15d3
200
(2x5y3)0
1
300
7e3 x 5e2
35e5
300
(a^6b^3c^7)/(ab^2 )
a^5bc^7
300
(2m6)4
16m24
300
((2x^2y^0)/(5a^5b^3))^2
(4x^4)/(25a^10b^6)
300
(25x^4×4x^2)/(5x^8)
20/(x^2)
400
m2n12 x m3n6 x mn2
m6 n20
400
(26m^5n^8p^4)/(2m^2n^5p)
13m^3n^3p^3
400
Rewrite using positive indices: 3 x b-2
(3)/(b^2)
400
(2abxx3a^4b^2)/(a^3b^2)
6a^2b
400
(3x^3y^4xx8xy)/(6x^2y^2)
4x^2y^3
500
10p8 x k3 x 2p-2 x k2
20k5p6
500
(10g^7h^6)/(2g^3 h^(-4) )
5g^4h^10
500
((-5w^4y)/(2x^3))^2
(25w^8y^2)/(4x^6)
500
3y7z1
500
((a^3b)/(c))^3xx((ac^4)/(b))^2
a^11bc^5